Home / Recipes / Gnomesub Troopas ๐ How to Make Gnomesub Troopas in Infinite CraftGnomesub Troopas is a long haul. Even on the shortest known route it takes 41 combinations to get there, and the final one is Gnomesub Troopa plus Plural. Expect to build several intermediate elements you will never use again.
The final combination
๐ Gnomesub Troopa+ ๐ค Plural= ๐ Gnomesub Troopas
Marathon 41 steps from the base elements ยท crafting depth 57
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What is worth knowing At 41 steps it is longer than 98% of solved elements, which puts it in our marathon band. Its crafting depth of 57 is unusually deep. Depth counts the longest chain needed to reach it, and most elements people search for sit well below this. Full crafting path from the base elements Start with Water, Fire, Wind and Earth, then follow these 41 combinations in order.
1 ๐ Earth+ ๐ง Water= ๐ฑ Plant2 ๐ฑ Plant+ ๐จ Wind= ๐ผ Dandelion3 ๐ฅ Fire+ ๐จ Wind= ๐จ Smoke4 ๐จ Smoke+ ๐ง Water= ๐ซ๏ธ Fog5 ๐ผ Dandelion+ ๐ซ๏ธ Fog= ๐ง Fairy6 ๐ Earth+ ๐ง Fairy= ๐บ Gnome7 ๐ฅ Fire+ ๐ง Water= ๐จ Steam8 ๐ฅ Fire+ ๐จ Steam= ๐ Engine9 ๐ผ Dandelion+ ๐ Engine= ๐ Helicopter10 ๐ Engine+ ๐จ Steam= ๐ Train11 ๐ Train+ ๐ง Water= ๐ค Submarine12 ๐ Helicopter+ ๐ค Submarine= ๐ Helisub13 ๐บ Gnome+ ๐ Helisub= ๐ Gnomesub14 ๐ซ๏ธ Fog+ ๐ฑ Plant= ๐ Mushroom15 ๐ Earth+ ๐จ Wind= ๐ซ๏ธ Dust16 ๐ซ๏ธ Dust+ ๐ Earth= ๐ช Planet17 ๐ Mushroom+ ๐ช Planet= ๐ Mario18 ๐ Earth+ ๐ Mario= ๐ธ Yoshi19 ๐ฅ Fire+ ๐ธ Yoshi= ๐ธ Bowser20 ๐ธ Bowser+ ๐ง Water= ๐ข Koopa21 ๐ง Water+ ๐ง Water= ๐ Lake22 ๐ Lake+ ๐ง Water= ๐ Ocean23 ๐ข Koopa+ ๐ Ocean= ๐ข Koopa Troopa24 ๐ Gnomesub+ ๐ข Koopa Troopa= ๐ Gnomesub Troopa25 ๐จ Wind+ ๐จ Wind= ๐ช๏ธ Tornado26 ๐ช๏ธ Tornado+ ๐ง Water= ๐ Tsunami27 ๐ Earth+ ๐ Tsunami= ๐๏ธ Island28 ๐ Earth+ ๐๏ธ Island= ๐ Continent29 ๐ง Water+ ๐จ Wind= ๐ Wave30 ๐จ Steam+ ๐ Wave= ๐ Surf31 ๐ Continent+ ๐ Surf= ๐ฆ Australia32 ๐ Earth+ ๐ Earth= ๐๏ธ Mountain33 ๐๏ธ Mountain+ ๐จ Wind= ๐จ๏ธ Avalanche34 ๐จ๏ธ Avalanche+ ๐จ Wind= โ๏ธ Snow35 ๐ฆ Australia+ โ๏ธ Snow= ๐
No36 ๐
No+ ๐ Ocean= ๐ซ Not37 ๐ซ๏ธ Dust+ ๐ Engine= ๐งน Vacuum38 ๐ฅ Fire+ ๐งน Vacuum= ๐ณ๏ธ Black Hole39 ๐ณ๏ธ Black Hole+ ๐ช๏ธ Tornado= ๐ Singularity40 ๐ซ Not+ ๐ Singularity= ๐ค Plural41 ๐ Gnomesub Troopa+ ๐ค Plural= ๐ Gnomesub TroopasCrafting tree 1 Earth + Water โ Plant 2 Plant + Wind โ Dandelion 3 Fire + Wind โ Smoke 4 Smoke + Water โ Fog 5 Dandelion + Fog โ Fairy 6 Earth + Fairy โ Gnome 7 Fire + Water โ Steam 8 Fire + Steam โ Engine 9 Dandelion + Engine โ Helicopter 10 Engine + Steam โ Train 11 Train + Water โ Submarine 12 Helicopter + Submarine โ Helisub 13 Gnome + Helisub โ Gnomesub 14 Fog + Plant โ Mushroom 15 Earth + Wind โ Dust 16 Dust + Earth โ Planet 17 Mushroom + Planet โ Mario 18 Earth + Mario โ Yoshi 19 Fire + Yoshi โ Bowser 20 Bowser + Water โ Koopa 21 Water + Water โ Lake 22 Lake + Water โ Ocean 23 Koopa + Ocean โ Koopa Troopa 24 Gnomesub + Koopa Troopa โ Gnomesub Troopa 25 Wind + Wind โ Tornado 26 Tornado + Water โ Tsunami 27 Earth + Tsunami โ Island 28 Earth + Island โ Continent 29 Water + Wind โ Wave 30 Steam + Wave โ Surf 31 Continent + Surf โ Australia 32 Earth + Earth โ Mountain 33 Mountain + Wind โ Avalanche 34 Avalanche + Wind โ Snow 35 Australia + Snow โ No 36 No + Ocean โ Not 37 Dust + Engine โ Vacuum 38 Fire + Vacuum โ Black Hole 39 Black Hole + Tornado โ Singularity 40 Not + Singularity โ Plural 41 Gnomesub Troopa + Plural โ Gnomesub Troopas
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Gnomesub Troopas at a glance
Steps to craft 41 Marathon
Crafting depth 57 longer than 98% of solved elements
Known recipes 1 only one way
Used in 0 other combinations Other elements that take 41 steps Similar effort to Gnomesub Troopas, if you want something else to chase.
Frequently asked questions How do you make Gnomesub Troopas in Infinite Craft? Combine Gnomesub Troopa with Plural. The full path from the base elements takes 41 steps.
How many steps does it take to make Gnomesub Troopas? 41 steps on the shortest known path from Water, Fire, Wind and Earth.
Is Gnomesub Troopas hard to make in Infinite Craft? It rates as marathon. At 41 steps it is longer than 98% of solved elements.
Is there more than one way to make Gnomesub Troopas? Only one known combination produces Gnomesub Troopas.
Path verified against the open recipe graph on 2026-10-23 . Method described in our methodology , data credited on data sources .